Simplify: (6x2 - 3 + 5x3) - (4x3 - 2x2 - 16)
I'm going to assume that the numbers after the x are exponents. Correct?
Yes.
Do you know how to distribute the minus sign in the middle?
Start by reordering the first polynomial starting with the highest order term
Then multiply -1 by each terms inside the parentheses
x3 + 8x2 + 13 is what i am getting.
Yeah correct
I combined like terms and then arranged the completed terms by highest order, is that correct
Yes
You should get -5x3+6x2-3-4x3-2x2-16) Then you subtract 4x3 from -5x3 to get -9x3 So -9x3+6x3-3+2x2+16 Add 6x2 and 2x2 to get 8x2 Now the problem looks like -9x3+8x2-3+16 There's one more step after this. Do you know what it is?
Where did the negative 5x^3 come from? You're only supposed to distribute the negative sign to the expression on the right side. BasedGod1122 was correct.
I've got another one for you. Choose the correct simplification of the expression (8x - 5)(2x2 - 5x - 6).
You just distribute.
Multiply 8x to 2x^2, -5x, and -6
That's the first part and you do the same thing with -5
@BasedGod1122 do you have answer choices for your first question because I'm sure the answer is -9x^3+8x^2+13
(6x2 - 3 + 5x3) - (4x3 - 2x2 - 16) First step: Distribute the negative sign. 6x^2 - 3 +5x^3 - 4x^3 +2x^2 + 16 And then you combine like terms
Arranging the terms is unnecessary until the end
What is your final answer @turquoisee?
It was what BasedGod1122 got
x^3 + 8x^2 + 13
I don't think that's the correct answer but if @basedgod1122 thinks it is then he should go with that
The answer I got was an answer choice, and one of the only remotely plausible ones.
Thanks!
Did you get the second question?
Yes I did, thanks turquoisee
No problem!
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